新書推薦：
《
浮海行道有东洋（你所不知道的另类日本史，想看懂日本当下的迷惑操作，先读懂这些“兼容并蓄”的假面）
》
售價：HK$
74.8
《
爱尔兰史 250个历史瞬间，解锁一座岛的万年史诗
》
售價：HK$
184.8
《
兰香缘1+2 全4册终结篇
》
售價：HK$
175.6
《
皇权与绅权
》
售價：HK$
43.8
《
伊藤润二自选杰作集
》
售價：HK$
74.8
《
做孩子的第一任语文老师（有远见的家长，早就把家变成了第一号语文教室）
》
售價：HK$
65.8
《
阿来研究论稿
》
售價：HK$
63.8
《
三国群雄绘
》
售價：HK$
108.9
|
| 內容簡介： |
《数学奥林匹克在中国》介绍了从1986年至2013年的国际数学奥林匹克竞赛在中国的发展情况，并着重介绍了从1986年以来历届国际数学奥林匹克竞赛的试题及解答技巧，最后介绍了历届中国数学奥林匹克竞赛试题。
來源：香港大書城megBookStore,http://www.megbook.com.hk
《数学奥林匹克在中国》适合准备参加高中数学奥林匹克竞赛的学生及辅导教师和广大数学爱好者参考阅读。
|
| 目錄：
|
Chapter 1 Mathematical Olympiad in China
1.1 International Mathematical Olympiad IMO and China Mathematical Contest-Written before the 31st IMO
1.1.1 A Brief Introduction to IMO
1.1.2 A Historic Review of China Mathematical Contest
1.1.3 Activities of China in the IMO and the 31st IMO
Chapter 2 Olympiad''s Mathematics
2.1 The Application of Projective Geometry Methods to Problem Proving in Geometry
2.1.1 A Few Concepts in Projective Geometry
2.1.2 Some Examples
2.1 3 Exercises
2.2 A Conjecture Concerning Six Points in a Square
2.3 Modulo-Period Sequence of Numbers
2.3.1 Basic Concepts
2.3.2 Pure Modulo-period Sequence
2.3.3 The Periodicity of Sum Sequence
2.3.4 The Relation between the Period and the Initial Terms
2.4 Iteration of Fractional Linear Function and Consturction of a Class of Function Equation
2.5 Remarks Initiating from a Putnam Mathematics Competition Problem
2.5.1 Introductory Remarks
2.5.2 The Proof of the Problem
2.5.3 Reinforcing the Promble
2.5.4 Application
2.5.5 Mutually Supplementary Sequences and Reversible Sequences
2.6 The Ways of Finding the Best Choise Point
2.6. 1 The Congruent Transformation of Figures
2.6.2 Similarity Transformation of Figures
2.6.3 Partial Adjusting Method
2.6.4 The Contour Line Method
2.6.5 Algebraic Method
2.6.6 Trigonometrical Method
2.6.7 Analytic Method
2.6.8 Solution by Fermat Point Theorem
2.6.9 The Area Method
2.6.10 Physical Method
2.7 The Formulas and Inequalities for the Volumes of n-Simplex
2.8 The Polynomial of Inverse Root and Its Transformation
2.8.1 The Extension of an IMO Problem
2.8.2 The Inverse Root Polynomial
2.8.3 Trigonometric Formula of Recurrence Type
2.8.4 Inverse Root Polynomial Transformation
Chapter 3 Suggestions and Answers of Problems
3.1 Remarks on Proposing Problems for Mathematics Competition
3.2 A Problem ofIMO and a Useful Polynomial
3.2.1 Introduction
3.2.2 The Proof of the Problem
3.2.3 Some Properties of Fx
3.2.4 Fmx and Some IMO Problems
3.2.5 An Existence Problem
3.3 Preliminary Approach to Methods of Proposing Mathematics Competition Problems
……
Chapter 4 Comment on the Exam Paper of Mathematical Olympiad Winter Camp in China
Chapter 5 Cluna Mathematical Olympiad from the First to the Lastest
|
|
購物車/收銀台(0) | 在線留言板
| 付款方式
| 運費計算
| 聯絡我們
| 幫助中心 |
加入書簽
HOME
新書上架
暢銷書架
